Geoffrey Craig Limited

Geoffrey Craig is now part of the Skerritts family!

Skerritts purchase of Geoffrey Craig Ltd was announced on the 22nd of April 2022. Since then, we have worked on integrating work processes and speaking to clients to make sure they are aware of any changes or new implementations.

If you want to read the full press release from the acquisition, click here.


Background and history of the company

Geoffrey Craig trace its roots back to the 1980s when Geoffrey Craig helped establish a consultancy to mainly advise architects and associated practices. Since then, the business has evolved and now has a diverse range of clients from all walks of life.

Sadly, Geoffrey died in August 2017, but the company has continued to build on the foundation he established.

Over the past couple of years, it became clear that the company needed to evolve and the team needed new dedicated support and management to ensure it can thrive and grow.

That is why Geoffrey Craig decided to become part of Skerritts, one of the leading firms of Chartered Financial Planners and Wealth Managers in the UK.


Phone: 01892 800810

The Oast,
Pippins Farm,
Tunbridge Wells,


The future

With Skerritts being involved, our clients will benefit in several ways from growing expertise, improved technology and software solutions as well as Skerritts discretionary investment service.

The team has already been strengthened with Chartered Financial Planner Geoff Croden, and the Tunbridge Wells office will continue to grow as the team expands.

When it comes to using new technology, Skerritts are keen to find new, better solutions and are currently offering clients a range of services to enhance their experience. For example, the Personal Finance Platform (PFP), monthly newsletters, quarterly webinars and an automated meeting booking calendar.

With their own investment team and multi-asset portfolios, the VT Esprit Range, your money will be handled with the highest level of efficiency possible. You can learn more about Skerritt investment proposition here.

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